Question

verify the commutative property of multiplication for the two numbers given in each of the following pairs -18/25 and 125/45​

Answer 1

Answer:

(i) 15 + (−8)

≈ 15 + (−8) = 7

Answer 2

Here is your answer Mate

Answer:

Commutative Property Verified

Step-by-step explanation:

Commutative Property => a * b = b * a

Now according to the question,

We have to show that L.H.S and R.H.S are equal,

LHS =

$\frac{ - 18}{25} \times \frac{125}{45}$

After reducing the like terms we get,

= -2

Now,

RHS =

$\frac{125}{45} \times \frac{ - 18}{25}$

After reducing the like terms,

Still we get the same result that is -2,

Since,

$\frac{ - 18}{25} \times \frac{125}{45} = \frac{125}{45} \times \frac{ - 18}{25}$

Therefore,

L.H.S = R.H.S

Hence Proved.

Hope this helps you Mate